Department of Cognitive and Information Sciences, University of California, Merced, Merced, CA, USA.
Department of Applied Mathematics, University of California, Merced, Merced, CA, USA.
Behav Res Methods. 2024 Aug;56(5):4682-4694. doi: 10.3758/s13428-023-02210-5. Epub 2023 Sep 19.
Mouse tracking is an important source of data in cognitive science. Most contemporary mouse tracking studies use binary-choice tasks and analyze the curvature or velocity of an individual mouse movement during an experimental trial as participants select from one of the two options. However, there are many types of mouse tracking data available beyond what is produced in a binary-choice task, including naturalistic data from web users. In order to utilize these data, cognitive scientists need tools that are robust to the lack of trial-by-trial structure in most normal computer tasks. We use singular value decomposition (SVD) and detrended fluctuation analysis (DFA) to analyze whole time series of unstructured mouse movement data. We also introduce a new technique for describing two-dimensional mouse traces as complex-valued time series, which allows SVD and DFA to be applied in a straightforward way without losing important spatial information. We find that there is useful information at the level of whole time series, and we use this information to predict performance in an online task. We also discuss how the implications of these results can advance the use of mouse tracking research in cognitive science.
鼠标追踪是认知科学中重要的数据来源。大多数当代的鼠标追踪研究使用二选一任务,并在参与者从两个选项中选择一个时,分析个体鼠标运动在实验过程中的曲率或速度。然而,除了二选一任务产生的数据之外,还有许多类型的鼠标追踪数据可用,包括来自网络用户的自然数据。为了利用这些数据,认知科学家需要能够应对大多数正常计算机任务中缺乏试验间结构的工具。我们使用奇异值分解(SVD)和去趋势波动分析(DFA)来分析无结构鼠标运动数据的整个时间序列。我们还引入了一种新的技术,将二维鼠标轨迹描述为复值时间序列,这使得 SVD 和 DFA 可以直接应用,而不会丢失重要的空间信息。我们发现整个时间序列中存在有用的信息,并使用这些信息来预测在线任务中的表现。我们还讨论了这些结果的意义如何推动鼠标追踪研究在认知科学中的应用。